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The method has been implemented into the explicit dynamic finite element code DYNA3D.
The transient dynamic finite element code LS-DYNA is utilized to conduct the finite element simulations, and an internal LS-DYNA constitutive model is utilized in the analysis.
Finite element models were developed of all test articles and simulations were performed using LS-DYNA, a commercial nonlinear explicit transient dynamic finite element code.
For buckling examples, the stability of the computed solutions is assessed using a dynamic finite element code based on the same intrinsic beam equations.
The nonlinear explicit dynamic finite element code LS-DYNA, in conjunction with the validated constitutive models, was used to simulate both the hydroforming processes and the crash tests performed on the tubes.
In the present study, the Taylor-Chen-Kuszmaul (TCK) continuum damage model is further improved and successfully implemented into the dynamic finite element code, LS-DYNA, with erosion algorithm.
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The most attraction of this model is that the theory and formulation are simple and can be added to standard dynamic finite element codes without difficulty.
This study initially uses dynamic finite element simulation code to simulate photo-polymerization, to determine the distortion of the outer profile of the part and thus reduce the deformation.
In order to improve dimension precision, and reduce the processing cost and the frequency of trial and error, this study first induces the concept of CAE into the processing of RP, which uses a dynamic finite element simulation code to simulate the photopolymerization process, to reduce the selection time for the processing parameters and obtain the distortion data.
A coupled numerical method using both LS-DYNA (a transient dynamic finite element program) and UDEC (an universal discrete element code) is outlined first.
A commercial finite element code featuring explicit dynamic capabilities, particularly useful when modelling high-speed phenomena has been used.
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